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Infiitely many.

Start with integers and addition/subtraction:

6+5, 7+4, 8+3, 9+2, 10+1, 11+0, 12-1, 13-2, ...

Then with one decimal place:

5.5+5.5, 5.6+5.4, 5.7+5.3, and so on.

Then with 2 dp, 3 dp, and so on to infiitely many dp.

Next look at multiplication/division.

1*11, 2*5.5, 3*3.66..., 4*2.75, and so on

Then there are other ways of combining numbers, such as exponentiation and so on. But the solar system will have ended before you get there!

Infiitely many.

Start with integers and addition/subtraction:

6+5, 7+4, 8+3, 9+2, 10+1, 11+0, 12-1, 13-2, ...

Then with one decimal place:

5.5+5.5, 5.6+5.4, 5.7+5.3, and so on.

Then with 2 dp, 3 dp, and so on to infiitely many dp.

Next look at multiplication/division.

1*11, 2*5.5, 3*3.66..., 4*2.75, and so on

Then there are other ways of combining numbers, such as exponentiation and so on. But the solar system will have ended before you get there!

Infiitely many.

Start with integers and addition/subtraction:

6+5, 7+4, 8+3, 9+2, 10+1, 11+0, 12-1, 13-2, ...

Then with one decimal place:

5.5+5.5, 5.6+5.4, 5.7+5.3, and so on.

Then with 2 dp, 3 dp, and so on to infiitely many dp.

Next look at multiplication/division.

1*11, 2*5.5, 3*3.66..., 4*2.75, and so on

Then there are other ways of combining numbers, such as exponentiation and so on. But the solar system will have ended before you get there!

Infiitely many.

Start with integers and addition/subtraction:

6+5, 7+4, 8+3, 9+2, 10+1, 11+0, 12-1, 13-2, ...

Then with one decimal place:

5.5+5.5, 5.6+5.4, 5.7+5.3, and so on.

Then with 2 dp, 3 dp, and so on to infiitely many dp.

Next look at multiplication/division.

1*11, 2*5.5, 3*3.66..., 4*2.75, and so on

Then there are other ways of combining numbers, such as exponentiation and so on. But the solar system will have ended before you get there!

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11y ago
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Wiki User

11y ago

Infiitely many.

Start with integers and addition/subtraction:

6+5, 7+4, 8+3, 9+2, 10+1, 11+0, 12-1, 13-2, ...

Then with one decimal place:

5.5+5.5, 5.6+5.4, 5.7+5.3, and so on.

Then with 2 dp, 3 dp, and so on to infiitely many dp.

Next look at multiplication/division.

1*11, 2*5.5, 3*3.66..., 4*2.75, and so on

Then there are other ways of combining numbers, such as exponentiation and so on. But the solar system will have ended before you get there!

This answer is:
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Q: How many ways can you combine 2 numbers to equal 11?
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